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What is the proper name of the quadrilateral below a parallelogram b triangle c square d rectangle?
parallelogram
Is a parallelogram a slanted rectangle?
A parallelogram is any shape with two pairs of parallel sides and 4 sides in total. For a picture of a typical parallelogram, see the related links section below.
Quadrilateral ABCD is a parallelogram Which two angles below are supplementary?
a and d
What is the value of y in the parallelogram 78 A degrees was one and 3y B was the other?
Assuming that in a parallelogram, angle A = 78 degrees angle B = 3y degrees and that angles A and B are adjacent interior angles of the parallelogram. 78 + 3y = 180 so 3y = 102 and so y = 102/3 = 34 degrees.
If the parallelogram below has an area of 280 square units What is the length of the altitude shown?
14
What is the value of y in a parallelogram?
None: there is no y in parallelogram: lots of ls and as, a few rs but no y.None: there is no y in parallelogram: lots of ls and as, a few rs but no y.None: there is no y in parallelogram: lots of ls and as, a few rs but no y.None: there is no y in parallelogram: lots of ls and as, a few rs but no y.
For what value of y is the quadrilateral a parallelogram?
10/3
What is the proper name of the quadrilateral below a parallelogram b triangle c square d rectangle?
parallelogram
For which values of x and y is the quadrilateral a parallelogram?
13, 4
For what values of x and y is the quadrilateral a parallelogram?
110, 12
Which of the following will not prove that quadrilateral MNOP is a parallelogram?
Which of the following is a valid reason why the quadrilateral shown below is a parallelogram?
Look at the parallelogram below 1 and 3 are each 35 degrees What is the measurement of 2?
Look at the parallelogram below. <1 and <3 are each 35 degrees. What is the measurement of <2?
Is a parallelogram a slanted rectangle?
A parallelogram is any shape with two pairs of parallel sides and 4 sides in total. For a picture of a typical parallelogram, see the related links section below.
How do you find the values of x and y in the diagonals of a parallelogram?
you find the first point
Quadrilateral ABCD is a parallelogram Which two angles below are supplementary?
a and d
What is the value of y in the parallelogram 78 A degrees was one and 3y B was the other?
Assuming that in a parallelogram, angle A = 78 degrees angle B = 3y degrees and that angles A and B are adjacent interior angles of the parallelogram. 78 + 3y = 180 so 3y = 102 and so y = 102/3 = 34 degrees.
Look at the parallelogram below 1 and 3 are each 35 What is the measurement of 2?
The measurement of the second parallelogram can be found by using given information in the problem.
